Recursive reasoning systems can represent their state via an epistemic state graph and terminate when the linearized order-gap is non-degenerate near the fixed point, providing a local condition for when the stopping rule is informative.
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State Representation and Termination for Recursive Reasoning Systems
Recursive reasoning systems can represent their state via an epistemic state graph and terminate when the linearized order-gap is non-degenerate near the fixed point, providing a local condition for when the stopping rule is informative.